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When rounded to the nearest tenth, the number is 38.6.

5. Which of the following decimals is to the left of 0.567 on a number line?

a. 1.666
b. 0.568
c. 0.621
d. 0.56

Write a number that falls between 12.9 and 13.2.

Answer :

Rounding to the nearest tenth, the number becomes 38.6. Among the given decimals, only 0.56 is to the left of 0.567 on a number line. A value between 12.9 and 13.2 is approximately 13.0. Option D.

To round a number to the nearest tenth, you need to look at the digit in the hundredths place. If the digit is 5 or above, we round up, and if it's 4 or below, we round down. Following these rules, the number when rounded to the nearest tenth is 38.6

On a number line, a decimal is said to be to the "left" of another decimal if its value is less than the other decimal.

So to answer the question, "Which of the following decimals is to the left of 0.567 on a number line?", we need to look for a number that is less than 0.567. Only option (d) 0.56 is less than 0.567, so it is the number that is to the left of 0.567 on a number line.

Finally, a number that falls between 12.9 and 13.2 could be any number greater than 12.9 and less than 13.2. For simplicity, it's usually easiest to just take the midpoint of the two numbers, which in this case would be 13.0.

So, based on the requirements of the question, the answers are 38.6 (rounded to the nearest tenth), 0.56 (the decimal left of 0.567), and 13.0 (a number between 12.9 and 13.2).

So Option D is correct.

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